AbstractWe extend the exactly triply regular Bose–Mesner algebras and the associated Δ–Y transformations introduced by Jaeger [J. Algebraic Combin. 4 (1995) 103–144] to evaluate the partition function of a topological spin model. We also study the inverse problem for dual pairs of Bose–Mesner algebras in relation to topological spin models
It has been a long-standing open problem to construct a general framework for relating the spectra o...
AbstractWe show that any distance-regular graph whose Bose-Mesner algebra contains a spin model of a...
A new spin-chain representation of the Temperley-Lieb algebra TL(β=0) is introduced and related to t...
AbstractWe extend the exactly triply regular Bose–Mesner algebras and the associated Δ–Y transformat...
AbstractSpin models were introduced by Vaughan Jones to construct invariants of knots and links (Pac...
AbstractA 3-transformation of a link is a local change which replaces two strings that are three tim...
International audienceA 3-transformation of a link is a local change which replaces two strings that...
AbstractIn 1989, Vaughan Jones introduced spin models and showed that they could be used to form lin...
AbstractA spin model is a square matrixWsatisfying certain conditions which ensure that it yields an...
Abstract. In 1989, Vaughan Jones introduced spin models and showed that they could be used to form l...
The concept of spin model was defined by V. F. R. Jones. Recently, F. Jaeger discovered that Bose-Me...
The search for classical or quantum combinatorial invariants of compact n-dimensional manifolds (n=3...
We conjecture the existence of hidden Onsager algebra symmetries in two interacting quantum integra...
Motivated by Jones' braid group representations constructed from spin models, we define {\sl a Jones...
A new spin-chain representation of the Temperley–Lieb algebra TLn(β=0) is introduced and related to ...
It has been a long-standing open problem to construct a general framework for relating the spectra o...
AbstractWe show that any distance-regular graph whose Bose-Mesner algebra contains a spin model of a...
A new spin-chain representation of the Temperley-Lieb algebra TL(β=0) is introduced and related to t...
AbstractWe extend the exactly triply regular Bose–Mesner algebras and the associated Δ–Y transformat...
AbstractSpin models were introduced by Vaughan Jones to construct invariants of knots and links (Pac...
AbstractA 3-transformation of a link is a local change which replaces two strings that are three tim...
International audienceA 3-transformation of a link is a local change which replaces two strings that...
AbstractIn 1989, Vaughan Jones introduced spin models and showed that they could be used to form lin...
AbstractA spin model is a square matrixWsatisfying certain conditions which ensure that it yields an...
Abstract. In 1989, Vaughan Jones introduced spin models and showed that they could be used to form l...
The concept of spin model was defined by V. F. R. Jones. Recently, F. Jaeger discovered that Bose-Me...
The search for classical or quantum combinatorial invariants of compact n-dimensional manifolds (n=3...
We conjecture the existence of hidden Onsager algebra symmetries in two interacting quantum integra...
Motivated by Jones' braid group representations constructed from spin models, we define {\sl a Jones...
A new spin-chain representation of the Temperley–Lieb algebra TLn(β=0) is introduced and related to ...
It has been a long-standing open problem to construct a general framework for relating the spectra o...
AbstractWe show that any distance-regular graph whose Bose-Mesner algebra contains a spin model of a...
A new spin-chain representation of the Temperley-Lieb algebra TL(β=0) is introduced and related to t...
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